"first come, first served" - traduction vers russe
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"first come, first served" - traduction vers russe

MATHEMATICAL STUDY OF WAITING LINES, OR QUEUES
Queuing theory; Queuing Theory; First come, first served; Queue theory; Teletraffic queuing theory; Teletraffic Queuing Theory; First-come, first-served; First-come, first-serve; First come, first serve; FCFS; First-come-first-served; Queueing model; Queueing models; Queue (mathematics); Queueing Theory; Queuing model; First-come first-serve; First-come first-served; First come first served; Queuing systems; Arrival rate; Queueing system; Queueing network; QUEUEING THEORY; First come first serve; Stochastic network; Queue Theory; Waiting line theory; Theory of queuing; First Come - First Serve; Reversible queueing system
  • A birth–death process. The values in the circles represent the state of the system, which evolves based on arrival rates ''λ<sub>i</sub>'' and departure rates ''μ<sub>i</sub>''.
  • A black box. Jobs arrive to, and depart from, the queue.
  • First in first out (FIFO) queue example
  • A queueing node with 3 servers. Server '''a''' is idle, and thus an arrival is given to it to process. Server '''b''' is currently busy and will take some time before it can complete service of its job. Server '''c''' has just completed service of a job and thus will be next to receive an arriving job.
  • Queue networks]] are systems in which single queues are connected by a routing network. In this image, servers are represented by circles, queues by a series of rectangles and the routing network by arrows. In the study of queue networks one typically tries to obtain the [[equilibrium distribution]] of the network, although in many applications the study of the [[transient state]] is fundamental.

first come, first served         
STUDIO ALBUM BY DR. DOOOM (KOOL KEITH)
Queuing theory; Queuing Theory; First come, first served; Queue theory; Teletraffic queuing theory; Teletraffic Queuing Theory; First-come, first-served; First-come, first-serve; First come, first serve; FCFS; First-come-first-served; Queueing model; Queueing models; Queue (mathematics); Queueing Theory; Queuing model; First-come first-serve; First-come first-served; First come first served; Queuing systems; Arrival rate; Queueing system; Queueing network; QUEUEING THEORY; First come first serve; Stochastic network; Queue Theory; Waiting line theory; Theory of queuing; First Come - First Serve; Reversible queueing system
первого первым и обслуживают
first-come-first-served         
FCFS         

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First Come, First Served

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Définition

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Тонкая палочка с ременной петлей на конце, применяемая как хлыст при верховой езде.

Wikipédia

Queueing theory

Queueing theory is the mathematical study of waiting lines, or queues. A queueing model is constructed so that queue lengths and waiting time can be predicted. Queueing theory is generally considered a branch of operations research because the results are often used when making business decisions about the resources needed to provide a service.

Queueing theory has its origins in research by Agner Krarup Erlang, who created models to describe the system of incoming calls at the Copenhagen Telephone Exchange Company. These ideas have since seen applications in telecommunication, traffic engineering, computing, project management, and particularly industrial engineering, where they are applied in the design of factories, shops, offices, and hospitals.

Exemples de prononciation pour "first come, first served"
1. It's kind of first-come, first-served sometimes.
Darlin Oh Darlin _ The Hunts _ Talks at Google
2. >> Zach: Black and white food show first come first served, just sayin'--
A Cook's Tour and Medium Raw _ Anthony Bourdain _ Talks at Google
Exemples du corpus de texte pour "first come, first served"
1. Students are enrolled on a first–come, first–served basis.
2. The sales are on a first–come, first–served basis.
3. It should be first come first served for school places.
4. Admission is free and on a first–come, first–served basis.
5. The flights are first come first served – once they‘re gone they‘re gone.